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Guidelines for solving exercises on page 42 Math 4, including solution methods
1. Solve Exercise 1 on page 42 Math 4
Problem:
Find the value of c + d if:
a) c = 10 and d = 25; b) c = 15 cm and d = 45 cm.
Solution Method:
For this type of exercise, simply substitute the given values of c and d into the expression c + d, calculate carefully to obtain the correct result.
* Note: For questions with units of measurement, the result should be written with the corresponding unit.
Answer:
a) Substitute values: c = 10 and d = 25, we get c + d = 10 + 25 = 35
b) Substitute values: c = 15 cm and d = 45 cm, we get c + d = 15cm + 45cm = 60cm
2. Solve Exercise 2 on page 42 Math 4
Problem:
a - b is an expression with two digits. Find the value of a - b if:
a) a = 32 and b = 20;
b) a = 45 and b = 36;
c) a = 16 m and b = 10 m.
Solution Method:
To find the correct result, simply substitute the given values of a and b into the expression a - b, calculate carefully to complete.
Answer:
a) Substitute values: a = 32 and b = 20, we get a - b = 32 - 20 = 12
b) Substitute values: a = 45 and b = 36, we get a - b = 45 - 36 = 9
c) Substitute values: a = 16 m and b = 10 m, we get a - b = 16m - 10m = 8 m
3. Solve Exercise 3 on page 42 Math 4
Solution Method:
Simply substitute the corresponding values of a and b into the expressions (following the provided pattern) and calculate carefully to find the most accurate result.
Concise Guide to Solving Exercise 42 Math 4
In addition to the content above, students can explore the solutions for Math 4 on page 57 to enhance their knowledge of 4th-grade Mathematics.
Furthermore, Solving Math 4 on page 68 is a crucial lesson in the Math 4 curriculum that students need to pay special attention to.
Above is the solution for Exercise 42 Math 4 in the section of solving 4th-grade math exercises. Students can review the solution for Exercise 40 Math 4 that has been solved earlier or preview the solution for Exercise 43 Math 4 to improve their understanding of 4th-grade Math. Wishing all students continuous success in their learning journey.
